{
 "cells": [
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "initial_id",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-03-14T13:29:27.189362Z",
     "start_time": "2024-03-14T13:29:24.254959Z"
    },
    "collapsed": true
   },
   "outputs": [],
   "source": [
    "import os\n",
    "os.environ[\"PATH\"] = \"/usr/local/cuda-11.8/bin:{}\".format(os.environ[\"PATH\"])\n",
    "os.environ[\"LD_LIBRARY_PATH\"] = \"/usr/local/cuda-11.8/lib64\"\n",
    "\n",
    "import sys\n",
    "sys.path.append(\"/data1/yang_liu/python_workspace/GSPL\")\n",
    "os.environ['CUDA_VISIBLE_DEVICES'] = '7'\n",
    "\n",
    "import random\n",
    "import torch\n",
    "import numpy as np\n",
    "from matplotlib import pyplot as plt\n",
    "from gsplat.rasterize import rasterize_gaussians\n",
    "from internal.utils.gaussian_model_loader import GaussianModelLoader\n",
    "from internal.dataparsers.colmap_dataparser import Colmap, ColmapDataParser\n",
    "\n",
    "torch.set_grad_enabled(False)\n",
    "\n",
    "%matplotlib inline\n",
    "%config InlineBackend.figure_format = 'retina'"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "706917026cece88d",
   "metadata": {
    "ExecuteTime": {
     "end_time": "2024-03-14T13:29:30.134969Z",
     "start_time": "2024-03-14T13:29:27.190434Z"
    },
    "collapsed": false
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Gaussian count: 500000\n"
     ]
    }
   ],
   "source": [
    "device = torch.device(\"cuda\")\n",
    "# input parameters\n",
    "ckpt_path = \"../outputs/CO3D_vggt_opt_pcd50_vggt_opt_mcmc_x_gamma_epi_test/apple_vggt_opt_mcmc_x_gamma_epi\"\n",
    "ref_folder_path = \"../data/CO3D\"\n",
    "\n",
    "# loading model and renderer\n",
    "assert 'test' in ckpt_path, \"Please provide a test checkpoint path.\"\n",
    "\n",
    "load_from = GaussianModelLoader.search_load_file(ckpt_path)\n",
    "ckpt = torch.load(load_from, map_location=\"cpu\")\n",
    "scene = ckpt[\"datamodule_hyper_parameters\"][\"path\"].split(\"/\")[-1]\n",
    "ref_dataset_path = os.path.join(ref_folder_path, scene)\n",
    "dataset_path = os.path.join(\"../\", ckpt[\"datamodule_hyper_parameters\"][\"path\"])\n",
    "\n",
    "bkgd_color = ckpt[\"hyper_parameters\"][\"background_color\"]\n",
    "model = GaussianModelLoader.initialize_model_from_checkpoint(\n",
    "    ckpt,\n",
    "    device=device,\n",
    ")\n",
    "model.freeze()\n",
    "model.pre_activate_all_properties()\n",
    "\n",
    "# initialize renderer\n",
    "renderer = GaussianModelLoader.initialize_renderer_from_checkpoint(\n",
    "    ckpt,\n",
    "    stage=\"validate\",\n",
    "    device=device,\n",
    ")\n",
    "print(\"Gaussian count: {}\".format(model.get_xyz.shape[0]))"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "id": "563edfe4",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "appearance group by camera id\n",
      "loading colmap 3D points\n",
      "[colmap dataparser] train set images: 26, val set images: 176, loaded mask: 0\n",
      "appearance group by camera id\n",
      "loading colmap 3D points\n",
      "[colmap dataparser] train set images: 26, val set images: 176, loaded mask: 0\n"
     ]
    }
   ],
   "source": [
    "dataparser_config = ckpt[\"datamodule_hyper_parameters\"][\"parser\"]\n",
    "\n",
    "dataparser_outputs = dataparser_config.instantiate(\n",
    "    path=dataset_path,\n",
    "    output_path=os.getcwd(),\n",
    "    global_rank=0,\n",
    ").get_outputs()\n",
    "\n",
    "ref_dataparser_outputs = dataparser_config.instantiate(\n",
    "    path=ref_dataset_path,\n",
    "    output_path=os.getcwd(),\n",
    "    global_rank=0,\n",
    ").get_outputs()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 8,
   "id": "61d7e40d",
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "    --  Umeyama Scale:  2.1534987170835507\n",
      "    --  Umeyama Rotation: \n",
      " [[ 0.99835933 -0.04942432 -0.02891143]\n",
      " [ 0.03249182  0.90475528 -0.42469068]\n",
      " [ 0.0471478   0.42305453  0.90487673]]\n",
      "    --  Umeyama Translation: \n",
      " [[0.16479062]\n",
      " [1.458734  ]\n",
      " [0.38878242]]\n",
      "    --  Pair Rot   Error (Deg) of Vanilla:       1.62\n",
      "    --  Pair Trans Error (Deg) of Vanilla:       4.80\n",
      "    --  AUC at 30: 0.8517\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "/tmp/ipykernel_53435/545673495.py:14: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  pred_se3[:, :3, :3] = torch.tensor(w2cs_pred[:, :3, :3], device=device)\n",
      "/tmp/ipykernel_53435/545673495.py:15: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  pred_se3[:, 3, :3] = torch.tensor(w2cs_pred[:, :3, 3], device=device)\n",
      "/tmp/ipykernel_53435/545673495.py:18: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  pred_se3_corrected[:, :3, :3] = torch.tensor(w2cs_pred_corrected[:, :3, :3], device=device)\n",
      "/tmp/ipykernel_53435/545673495.py:19: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  pred_se3_corrected[:, 3, :3] = torch.tensor(w2cs_pred_corrected[:, :3, 3], device=device)\n",
      "/tmp/ipykernel_53435/545673495.py:26: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  gt_se3[:, :3, :3] = torch.tensor(w2cs_ref[:, :3, :3], device=device)\n",
      "/tmp/ipykernel_53435/545673495.py:27: UserWarning: To copy construct from a tensor, it is recommended to use sourceTensor.clone().detach() or sourceTensor.clone().detach().requires_grad_(True), rather than torch.tensor(sourceTensor).\n",
      "  gt_se3[:, 3, :3] = torch.tensor(w2cs_ref[:, :3, 3], device=device)\n"
     ]
    }
   ],
   "source": [
    "from tools.metric_torch import evaluate_auc, umeyama\n",
    "\n",
    "# correct test view poses\n",
    "w2cs_train_pred = torch.transpose(dataparser_outputs.train_set.cameras.world_to_camera, -2, -1).to(device)\n",
    "w2cs_val_pred = torch.transpose(dataparser_outputs.val_set.cameras.world_to_camera, -2, -1).to(device)\n",
    "w2cs_pred = torch.concatenate([w2cs_train_pred, w2cs_val_pred], dim=0)\n",
    "appearance_ids_pred = torch.concatenate([dataparser_outputs.train_set.cameras.appearance_id, \n",
    "                                         dataparser_outputs.val_set.cameras.appearance_id], dim=0).to(device)\n",
    "c2ws_pred = torch.linalg.inv(w2cs_pred)\n",
    "c2ws_pred_corrected = renderer.model(c2ws_pred, appearance_ids_pred)\n",
    "w2cs_pred_corrected = torch.linalg.inv(c2ws_pred_corrected)\n",
    "\n",
    "pred_se3 = torch.eye(4, device=device).unsqueeze(0).repeat(len(w2cs_pred), 1, 1)\n",
    "pred_se3[:, :3, :3] = torch.tensor(w2cs_pred[:, :3, :3], device=device)\n",
    "pred_se3[:, 3, :3] = torch.tensor(w2cs_pred[:, :3, 3], device=device)\n",
    "\n",
    "pred_se3_corrected = torch.eye(4, device=device).unsqueeze(0).repeat(len(w2cs_pred_corrected), 1, 1)\n",
    "pred_se3_corrected[:, :3, :3] = torch.tensor(w2cs_pred_corrected[:, :3, :3], device=device)\n",
    "pred_se3_corrected[:, 3, :3] = torch.tensor(w2cs_pred_corrected[:, :3, 3], device=device)\n",
    "\n",
    "w2cs_train_ref = torch.transpose(ref_dataparser_outputs.train_set.cameras.world_to_camera, -2, -1).to(device)\n",
    "w2cs_val_ref = torch.transpose(ref_dataparser_outputs.val_set.cameras.world_to_camera, -2, -1).to(device)\n",
    "w2cs_ref = torch.concatenate([w2cs_train_ref, w2cs_val_ref], dim=0)\n",
    "\n",
    "gt_se3 = torch.eye(4, device=device).unsqueeze(0).repeat(len(w2cs_ref), 1, 1)\n",
    "gt_se3[:, :3, :3] = torch.tensor(w2cs_ref[:, :3, :3], device=device)\n",
    "gt_se3[:, 3, :3] = torch.tensor(w2cs_ref[:, :3, 3], device=device)\n",
    "\n",
    "auc_results = evaluate_auc(pred_se3_corrected, gt_se3, device)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 11,
   "id": "27ff6efb",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7f73a3bd8460>"
      ]
     },
     "execution_count": 11,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {
      "image/png": {
       "height": 426,
       "width": 566
      }
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "camera_centers_gt = - (gt_se3[:, :3, :3].cpu().numpy().transpose(0, 2, 1) @ gt_se3[:, 3, :3][..., None].cpu().numpy()).squeeze(-1)\n",
    "camera_centers_pred = - (pred_se3[:, :3, :3].cpu().numpy().transpose(0, 2, 1) @ pred_se3[:, 3, :3][..., None].cpu().numpy()).squeeze(-1)\n",
    "camera_centers_pred_corrected = - (pred_se3_corrected[:, :3, :3].cpu().numpy().transpose(0, 2, 1) @ pred_se3_corrected[:, 3, :3][..., None].cpu().numpy()).squeeze(-1)\n",
    "c, R, t = umeyama(camera_centers_gt.T, camera_centers_pred_corrected.T)\n",
    "camera_centers_gt_aligned = (c * (R @ camera_centers_gt.T) + t).T\n",
    "variance = np.var(camera_centers_pred_corrected, axis=0)\n",
    "ground_plane_indices = np.argsort(variance)[1:]\n",
    "pcd_interval = 10\n",
    "\n",
    "plt.style.use(\"seaborn-v0_8-whitegrid\")\n",
    "plt.figure()\n",
    "plt.scatter(camera_centers_gt_aligned[:, ground_plane_indices[0]], camera_centers_gt_aligned[:, ground_plane_indices[1]], c='blue', label='Camera Centers GT')\n",
    "plt.scatter(camera_centers_pred[:, ground_plane_indices[0]], camera_centers_pred[:, ground_plane_indices[1]], c='green', label='Camera Centers Predicted (Before Correction)')\n",
    "plt.scatter(camera_centers_pred_corrected[:, ground_plane_indices[0]], camera_centers_pred_corrected[:, ground_plane_indices[1]], c='red', label='Camera Centers Predicted')\n",
    "plt.xlim(camera_centers_pred_corrected[:, ground_plane_indices[0]].min(), camera_centers_pred_corrected[:, ground_plane_indices[0]].max())\n",
    "plt.ylim(camera_centers_pred_corrected[:, ground_plane_indices[1]].min(), camera_centers_pred_corrected[:, ground_plane_indices[1]].max())\n",
    "plt.xlabel('X Coordinate')\n",
    "plt.ylabel('Y Coordinate')\n",
    "plt.legend()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.9.21"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
